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2012 Aegon Pro-Series Loughborough – Men's doubles

CAN Adil Shamasdin IND Divij Sharan

Main article: 2012 Aegon Pro-Series Loughborough

Jamie Delgado and Jonathan Marray were the defending champions of the 2012 Aegon Pro-Series but they decided not to participate together this year.

Delgado played alongside Ken Skupski, while Marray was involved in the 2012 ATP World Tour Finals.

James Cerretani and Adil Shamasdin won the final 6–4, 7–5 against Purav Raja and Divij Sharan.

Seeds

  1. GBR Jamie Delgado / GBR Ken Skupski (quarterfinals)
  2. SWE Johan Brunström / RSA Raven Klaasen (semifinals)
  3. USA James Cerretani / CAN Adil Shamasdin (champions)
  4. IND Purav Raja / IND Divij Sharan (final)

Draw

Draw

| RD1-seed01=1 | RD1-team01=GBR J Delgado GBR K Skupski | RD1-score01-1=77 | RD1-score01-2=6 | RD1-score01-3= | RD1-seed02=WC | RD1-team02=GBR Richard Gabb GBR Ashley Hewitt | RD1-score02-1=63 | RD1-score02-2=4 | RD1-score02-3=

| RD1-seed03= | RD1-team03=GBR J Goodall GBR J Murray | RD1-score03-1=6 | RD1-score03-2=6 | RD1-score03-3= | RD1-seed04= | RD1-team04=FRA D Guez FRA V Millot | RD1-score04-1=1 | RD1-score04-2=3 | RD1-score04-3=

| RD1-seed05=4 | RD1-team05=IND P Raja IND D Sharan | RD1-score05-1=6 | RD1-score05-2=6 | RD1-score05-3= | RD1-seed06= | RD1-team06=IRL J Cluskey NZL M Daniell | RD1-score06-1=4 | RD1-score06-2=4 | RD1-score06-3=

| RD1-seed07=WC | RD1-team07=GBR James Marsalek GBR D Walsh | RD1-score07-1=4 | RD1-score07-2=2 | RD1-score07-3= | RD1-seed08= | RD1-team08=BEL N Desein GER P Torebko | RD1-score08-1=6 | RD1-score08-2=6 | RD1-score08-3=

| RD1-seed09= | RD1-team09=SVN A Bedene SVK P Červenák | RD1-score09-1=6 | RD1-score09-2=3 | RD1-score09-3=[10] | RD1-seed10= | RD1-team10=BEL M Authom USA M Yani | RD1-score10-1=4 | RD1-score10-2=6 | RD1-score10-3=[8]

| RD1-seed11= | RD1-team11=ESP A Menéndez ESP C Poch Gradin | RD1-score11-1=66 | RD1-score11-2=3 | RD1-score11-3= | RD1-seed12=3 | RD1-team12=USA J Cerretani CAN A Shamasdin | RD1-score12-1=78 | RD1-score12-2=6 | RD1-score12-3=

| RD1-seed13=WC | RD1-team13=GBR R Bloomfield GBR Harry Meehan | RD1-score13-1=77 | RD1-score13-2=4 | RD1-score13-3=[10] | RD1-seed14= | RD1-team14=ITA T Fabbiano IRL D Glancy | RD1-score14-1=64 | RD1-score14-2=6 | RD1-score14-3=[3]

| RD1-seed15= | RD1-team15=GER P Gojowczyk GER J-L Struff | RD1-score15-1=4 | RD1-score15-2=62 | RD1-score15-3= | RD1-seed16=2 | RD1-team16=SWE J Brunström RSA R Klaasen | RD1-score16-1=6 | RD1-score16-2=77 | RD1-score16-3=

| RD2-seed01=1 | RD2-team01=GBR J Delgado GBR K Skupski | RD2-score01-1=79 | RD2-score01-2=5 | RD2-score01-3=[8] | RD2-seed02= | RD2-team02=GBR J Goodall GBR J Murray | RD2-score02-1=67 | RD2-score02-2=7 | RD2-score02-3=[10]

| RD2-seed03=4 | RD2-team03=IND P Raja IND D Sharan | RD2-score03-1=6 | RD2-score03-2=6 | RD2-score03-3= | RD2-seed04= | RD2-team04=BEL N Desein GER P Torebko | RD2-score04-1=3 | RD2-score04-2=3 | RD2-score04-3=

| RD2-seed05= | RD2-team05=SVN A Bedene SVK P Červenák | RD2-score05-1= | RD2-score05-2= | RD2-score05-3= | RD2-seed06=3 | RD2-team06=USA J Cerretani CAN A Shamasdin | RD2-score06-1=w/o | RD2-score06-2= | RD2-score06-3=

| RD2-seed07=WC | RD2-team07=GBR R Bloomfield GBR H Meehan | RD2-score07-1=4 | RD2-score07-2=1 | RD2-score07-3= | RD2-seed08=2 | RD2-team08=SWE J Brunström RSA R Klaasen | RD2-score08-1=6 | RD2-score08-2=6 | RD2-score08-3=

| RD3-seed01= | RD3-team01=GBR J Goodall GBR J Murray | RD3-score01-1=63 | RD3-score01-2=6 | RD3-score01-3=[10] | RD3-seed02=4 | RD3-team02=IND P Raja IND D Sharan | RD3-score02-1=77 | RD3-score02-2=2 | RD3-score02-3=[12]

| RD3-seed03=3 | RD3-team03=USA J Cerretani CAN A Shamasdin | RD3-score03-1=79 | RD3-score03-2=63 | RD3-score03-3=[10] | RD3-seed04=2 | RD3-team04=SWE J Brunström RSA R Klaasen | RD3-score04-1=67 | RD3-score04-2=77 | RD3-score04-3=[8]

| RD4-seed01=4 | RD4-team01=IND P Raja IND D Sharan | RD4-score01-1=4 | RD4-score01-2=5 | RD4-score01-3= | RD4-seed02=3 | RD4-team02=USA J Cerretani CAN A Shamasdin | RD4-score02-1=6 | RD4-score02-2=7 | RD4-score02-3=

References

Info: Wikipedia Source

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